热带曲线的弦网络
String networks as tropical curves
摘要：
在已有结果的基础上，给出了一种求解平面（p，q）弦网络的超重力解的方法。它表明，网络可以被看作是热带曲线出现的脊椎阿米巴的全纯曲线在M-理论。超引力的Kaehler势与相应的Ronkin函数一致。这种识别计数双子的影响进行了讨论。
英文摘要：
A prescription for obtaining supergravity solutions for planar (p,q)-string networks is presented, based on earlier results. It shows that networks may be looked upon as tropical curves emerging as the spine of the amoeba of a holomorphic curve in M-theory. The Kaehler potential of supergravity is identified with the corresponding Ronkin function. Implications of this identification in counting dyons is discussed.
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